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moneta da 50 lire della repubblica italiana?


sara9420

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salve,io sono in possesso di una moneta da 50 lire del 1958,vorrei sapere il valore grazie.

Dipende dallo stato della stessa,

solo con una bella e definita fotografia, avrai delle risposte.

TIBERIVS

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Il tuo secondo messaggio, è stato un po' prolisso nella descrizione della moneta, però sei stato chiarissimo! :lol: :D :lol: :D :lol:

TIBERIVS

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

klingon? :rofl: :rofl: :rofl:

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